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首页> 外文期刊>IEEE Transactions on Ultrasonics, Ferroelectrics, and Frequency Control >On the Use of the Geometric Median in Delay-and-Sum Ultrasonic Array Imaging
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On the Use of the Geometric Median in Delay-and-Sum Ultrasonic Array Imaging

机译:关于延迟和和超声阵列成像的几何中值的使用

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摘要

Delay-and-sum algorithms are imaging techniques in nondestructive testing, which form images by summing backpropagated signals. Under this approach, a small number of high-intensity signals, such as those from boundary reflections, may create artifacts that degrade the image and hinder defect detection. This article introduces a probabilistic model of the summation, which explains the origin of this effect and proposes to replace the summation in the imaging algorithm by the more statistically robust geometric median. As demonstrated on an experimental inspection using multiview total focusing method and plane wave imaging, this novel technique effectively suppresses some artifacts, at the expense of an increase in the structural noise amplitude and additional diffraction artifacts at the ends of some structural features. As such, the geometric median provides an alternative imaging approach that may improve the performance in some circumstances.
机译:延迟和和算法是非破坏性测试中的成像技术,其通过求解反向信号来形成图像。在这种方法下,少量的高强度信号,例如来自边界反射的那些,可以产生降低图像的伪像并阻碍缺陷检测。本文介绍了总和的概率模型,该概率模型解释了这种效果的起源,并提出了通过更统计的鲁棒的几何中位数取代成像算法中的求和。如在使用多视图总聚焦方法和平面波成像的实验检查上所示,这种新技术有效地抑制了一些伪像,以牺牲结构噪声幅度和一些结构特征的末端的附加衍射伪像的增加。因此,几何中位数提供了一种替代成像方法,可以在某些情况下提高性能。

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